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An alternating-time temporal logic with knowledge, perfect recall and past:axiomatisation and model-checking

机译:具有知识,完美的回忆和过去的交替时间逻辑:公理化和模型检查

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We present a variant of ATL with incomplete information which includes the distributed knowledge operators corresponding to synchronous action and perfect recall. The cooperation modalities assume the use the distributed knowledge of coalitions and accordingly refer to perfect recall incomplete information strategies. We propose a model-checking algorithm for the logic. It is based on techniques for games with imperfect information and partially observable objectives, and involves deciding emptiness for automata on infinite trees. We also propose an axiomatic system and prove its completeness for a rather expressive subset. As for the constructs left outside this completely axiomatised subset, we present axioms by which they can be defined in the subset on the class of models in which every state has finitely many successors and give a complete axiomatisation for a "flat" subset of the logic with these constructs included.
机译:我们提出了一种ATL的变体,其中包含不完整的信息,其中包括与同步操作和完美召回相对应的分布式知识运算符。合作模式假定使用联盟的分布式知识,因此,它是指完全召回,不完全信息策略。我们为逻辑提出了一种模型检查算法。它基于具有不完善信息和部分可观察目标的游戏技术,并且涉及确定无限树上自动机的空度。我们还提出了一个公理系统,并证明了其对于相当有表现力的子集的完整性。至于完全公理化的子集之外的构造,我们给出公理,通过它们可以在模型类的子集中定义公称,其中每个状态都有有限的继任者,并为逻辑的“平坦”子集提供完整的公理化包括这些构造。

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